@keyframes rwdcur81356 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzklEQVRYhcXVTWtTQRTG8V9iCCGUIEWKi5KCC3FhwUURkaKuxb1fxLULv4XudOWHKC4EN4JduJOY0BuzqFUEi5agseNiJlBiEtO83HvgcJnhzn3+M+c5c7Hdwj0FRmD3Z5EQgaxQiEAoFCIBFAdxBqAYiBGA/CHGAOQLMQEgP4gpAPlA/Adg9RAzAKwWYkaA1UGMiBwEbv6O85PydntFAAfDHd6Z8nqL8J1wf8kAs4hD+JOAvxB2lgQwqzgjvmgTaksAmFX8H4BAeLSg/nZrdvGxAB8WUS+df0kIIxOnlC7MC1CeY83LkfH+vOJzRriROuAd4RPhes4AEDYItwjVAsSXG1NMmFWwiQ2soYpT9HGMrzhka7BEgGwXD8WfzdUo4CgJDkTT1tDApZQ90Yhv8BrvJ0NldbHlm9hjq5MAsh08RZ3mtUV2RHeAkzSoo5LGJ+JJvkUHD3C3RNbAZ5oLX6nnBH2Cehk/8ILucb4AzcdoV0RzXRHrmlN0e9jDs4ro7EN06DawLpruW3oOc1jHfspfojFPU5bFelfE2tdxUTTqJi7jI17hOVv7jG3DrJwWroun0hDNs5Y+WhNPrXpGcBiDBNYXSzts1x6647rjL+JgSRkeC+CjAAAAAElFTkSuQmCC) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur81356 1s linear infinite forwards;
}